psone 发表于 2021-3-16 11:06

月光光照大床 发表于 2021-3-16 10:32
VSOC到IOD还有40mV左右的压降,试过了真能比SOC高?

啥都试过了,1201之前版本可以高很多,现在这版只能平起或稍高一点点,依然有用哦

Alienxzy 发表于 2021-3-16 12:30

Shinku 发表于 2021-3-15 18:37
SOC:解决读写复数值、还有延迟,不建议超过1.2V
CLDO VDDP:解决单核与多核稳定性,并且不是越大越好,比 ...

用MSI Dragon Power1.0.0.06-AMD在Windows下慢慢试

Shinku 发表于 2021-3-16 12:31

Alienxzy 发表于 2021-3-16 12:30
用MSI Dragon Power1.0.0.06-AMD在Windows下慢慢试

嗯嗯,SOC电压看了林大的贴子,主要是CCD 电压还是有点迷糊[狂笑]

樱花释 发表于 2021-3-16 14:29

psone 发表于 2021-3-16 10:23
那就奇怪了,第一核心金跑CPUZ应该很高分,试一下分开减电压,在第一核心减
...

是啊,我也觉得很奇怪,明明测试cpuz的时候能看到第一跟第二核心两个都到了4.95到5这个频率,但就是分数很低,十分迷茫。另外我测cpuz的时候发现都是前两个核心一起到4.95或者5这样子,按理说不应该测的是单核吗,为什么我是两个核心一起上去的呢,我的u是5800

lacsiess 发表于 2021-3-16 14:53

本帖最后由 lacsiess 于 2021-3-16 14:56 编辑

樱花释 发表于 2021-3-16 14:29
是啊,我也觉得很奇怪,明明测试cpuz的时候能看到第一跟第二核心两个都到了4.95到5这个频率,但就是分数 ...
因为CPPC+巨硬的调度方案单线程就是在两个标记核心之间~~~4.95G的ZEN3配3800+的内存跑CPU-Z应该有684±2分,达到这个数就算合格,要破700得要5.025-5.05G,那些show 71X分的都是能Boost5.125-5.15G的大雕
你如果只能跑65X的话,开Hwinfo64看Active频率,有可能是内部跑不稳4.95G.通常能Boost 4.95G跑出成绩的话,Active会在4.9-4.925G之间跳动,65X是4.6G的频率,这是掉到了全核频率

樱花释 发表于 2021-3-16 16:18

lacsiess 发表于 2021-3-16 14:53
因为CPPC+巨硬的调度方案单线程就是在两个标记核心之间~~~4.95G的ZEN3配3800+的内存跑CPU-Z应该有684±2分 ...

好的,晚上回家看看。跟散热关系大吗?我看psone给我的截图,在BIOS里cpu只有30度,我感觉我没有这么低的温度

樱花释 发表于 2021-3-16 16:24

lacsiess 发表于 2021-3-16 14:53
因为CPPC+巨硬的调度方案单线程就是在两个标记核心之间~~~4.95G的ZEN3配3800+的内存跑CPU-Z应该有684±2分 ...

看hwinfo的时候确实能看到两个核心频率不同,一个4.95另外一个可能掉下来的情况,如果想稳定的话是不是这两个频率基本步变化,比如就一直都是4.95这样步变化才能说是稳了?

okuqyr 发表于 2021-3-16 16:33

lacsiess 发表于 2021-3-16 14:53
因为CPPC+巨硬的调度方案单线程就是在两个标记核心之间~~~4.95G的ZEN3配3800+的内存跑CPU-Z应该有684±2分 ...

cpuz跑的不是第一个核心么

monkeylab 发表于 2021-3-16 17:49

本帖最后由 monkeylab 于 2021-3-16 17:52 编辑

Max CPU Boost Clock Override这个选项只是个上限么?调整这个值会让boost曲线移动么?
比如虽然达不到这个上限,但是上限开的越高boost就越高这种情况。
具体点就是curve-10和+200MHz的情况下只能boost到4.95G的5900核心,只调整到+100或者+0是不是没有区别?因为5900只开pbo就能自动boost到4.95G。



saikm 发表于 2021-3-16 17:53

zen3的单核跑分,真让人眼馋

樱花释 发表于 2021-3-16 18:40

psone 发表于 2021-3-16 10:23
那就奇怪了,第一核心金跑CPUZ应该很高分,试一下分开减电压,在第一核心减
...

我试了一下+0,按照图里这样设置的,多核4.55g,单核4.8g,一个6450分,一个647分,比较头疼

lacsiess 发表于 2021-3-16 18:51

okuqyr 发表于 2021-3-16 16:33
cpuz跑的不是第一个核心么

他只看CORE0的分数,但是在系统下面并不能锁在thread1......

lacsiess 发表于 2021-3-16 18:52

樱花释 发表于 2021-3-16 18:40
我试了一下+0,按照图里这样设置的,多核4.55g,单核4.8g,一个6450分,一个647分,比较头疼 ...

什么型号的主板,Asus要打开Fmax,MSI的话不要设置PBO1/2/3/4,手动manual

psone 发表于 2021-3-16 19:02

monkeylab 发表于 2021-3-16 17:49
Max CPU Boost Clock Override这个选项只是个上限么?调整这个值会让boost曲线移动么?
比如虽然达不到这个 ...

差不多是这样子,+100频减20电压和+50频率减30电压,当然最好的是优先减满30,因为原先默认频率比较容易跑满,体质不好时再去拉高频率更容易挂掉

psone 发表于 2021-3-16 19:03

樱花释 发表于 2021-3-16 18:40
我试了一下+0,按照图里这样设置的,多核4.55g,单核4.8g,一个6450分,一个647分,比较头疼 ...
爱能莫助……搞不懂啊

樱花释 发表于 2021-3-16 19:14

lacsiess 发表于 2021-3-16 18:52
什么型号的主板,Asus要打开Fmax,MSI的话不要设置PBO1/2/3/4,手动manual

微星的主板,这些倒是都知道的。我刚才尝试了下把01核心单核的时候到了4.95然后单核成绩才是670多点,不清楚为什么

lacsiess 发表于 2021-3-16 19:16

本帖最后由 lacsiess 于 2021-3-16 19:23 编辑

樱花释 发表于 2021-3-16 19:14
微星的主板,这些倒是都知道的。我刚才尝试了下把01核心单核的时候到了4.95然后单核成绩才是670多点,不 ...
功耗给够没,5800X 的TDP至少要给到160左右,TDC 180 EDC 360左右,保持测试时最大温度不超过60(最多也不能到62/3)
不要无脑拉Boost,你如果是加了0.05V电压还要positive 5-10的话,建议降一两档Boost到4.95G左右,保持最大电压不要超过1.5V,单线程满载温度不要高于60

樱花释 发表于 2021-3-16 19:28

lacsiess 发表于 2021-3-16 19:16
功耗给够没,5800X 的TDP至少要给到160左右,TDC 180 EDC 360左右,保持测试时最大温度不超过60(最多也不能到 ...

温度控制不住。。。cpuz77度了

星空天神 发表于 2021-3-16 19:29

本帖最后由 星空天神 于 2021-3-16 19:31 编辑

data:image/png;base64,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**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**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**L6T9yGyc/WmjWwBwWfJ4UL/zrh+r55wNnDl3r0JyOtoqbfKAgnqCjo7DHFK07XCJYIhwoV1uHgSjpnbdM/LxTSIOTOS5XHbDXdVfbHtwdeOdD9TzOYk+ZBsJtHHYwFzChYnAQ2Hj0HGXfpKsZyvIKM+PviJckOPYzOuNY6Jdpz9T0Vm7YMNDfeX91faHVGvue2RmNho2dt+stbn75qw89ygiXJgLQOD1SPsvyiTjkCLP4UIaYKgeOuif/pSPnGRVplDgkcykQz3U15rn545zo5+0DY6rvbmFy7gmJPXmxZ02kDaQNrB8G0i45M8gZ8Yzygt6+Rd0zmHO4azYQMIl4ZJwSRtIG0gb6NwGEi5pVJ0b1azcOWU/8i4+bWB6NpBwSbgkXNIG0gbSBjq3gYRLGlXnRpV3i9O7W8y5z7mfFRtIuCRcEi5pA2kDaQOd20DCJY2qc6OalTun7EfexacNTM8GEi4Jl4RL2kDaQNpA5zaQcEmj6tyo8m5xeneLK2Hun/eiTaq1a9f27NbjK2Hs8zTGscDl7e96b3XOuefXmxZpvW6D8JAvH1aX7bPf5/rKPrTTLnXZ7XfcUf3js59Xl7tOn2TJPf7443VdL2+Kf/d73++9d+x3v/vdSPV4BxSv6zjv2tv66t3yy4erv9z+kPr1LXfe/5teuX9p8FWf/P/bO9OoXaoqv68ka3WSDxlWPmTlUycx3ZoWRZwVpzZqNwiKqCji0CiBoLQDgygq4sBwGQS8jFdkFGRWJhmdGGS+MokMjhigkXC5CxHysbJ+D/nX/b/7PVXvM9QzvvvDu07VOfvss+vUfvav9ql7Ty3/0uAnT7i87qNtQP7LR4+pHnn8yVr/Vvt/tyr15drQH+X/cue1tU7Z0TQP81J/+RVXVtu8c/t6TmT35/b7Uu0jan/44Ueq17z+TdVdd9/dk9f5Xvt8rtKx++Sll/1gmV7pH3fJBpbcd+0xNu7x5kX/l7/69fq+vm3rbauNG5/7yqkDxY/9uqj3+7vbxzfFFZfr59h1yQ5izt+8eIsacv3o6Vfmlvseqv7luw6pf79X3f5g7ZsHnXNdXb/tV86p6113PzLIx3HwQR/LdQ5zPDG4OBi2ePmrq5tvubU3McDFYaOLIPDjHJKjHtkSQKh3Oenopzzl1NOXgHClPgryBG+Hi8DidehSvQI8/Q8974aiU2hsYCMZgWyHgy8owkX6HS7013iApwlKGm9eyhJctn/v+yuAoWu495e/rI49/sQaIIILcgKI4KI29Z1Gybdc+KaLb2A5DTtmbcydPrxz5UAgmB959NrefXag+LFfA/U33XxL7Rennf6dXjxRxuOybcfYcd75F9Z6JDtOuHz0qIurx5547oH3nJ/eXb1gt+OrjU89XcNAba/d+9RlG+AKGG0yXAN6I0xUp30Oda3Dlp3DxbMUdiMmKyhlMoJNE1wcQG0Xx01mN11lH+hDN/2Bk2dCtOlpRkCL/dvG8rYIFwL6bmsvW+aEBHevXynYA4sX77FuSdbCuE39gNUxF99S7EO/Jrv8WubhGLDo3lECihPXnbQELH4dDhAyG4Cjdm9T3bTLhMumpURA4GCJ98aBEo/VL8IFHeg97Igje35AVgSsyD6IH/iUg0f9VboNAov8EZ0//slPezYDI2U33mfYY4cFGcme37qq9mPOY/bSjwy2lMBEfUnnsLZ3DhcMaYMJN4alLmUgJbgMEvDJcAQKxhZApF+QatOJvZLvdyIjXAjyXzjtR3XKqmzBsxB0k4l4lhHHa8psSnCR7hKQtCymDCiOM4/nMXMBGspG4vUIIHvts+8SsCCnNgUHymlnMQmXTXAh8JeyBd3jCBSgEDOMEhQAgAI/Y+gYvd7f4eYgcfioXnXoxo88W5K9o5RkMQIIx55VeFajMfqRQfbf7nB4cQkMmPFwS6YkncOWE4OLfsjKZmSwYKB2QDHIuxCWtSJclBUxBvp1rmwmggSZQZfVSnARUBhXkBAAdL1tcGlri3DhXBlRCS4aj/HdLtXPYxnh4ktd8XoEEJ5K9R5GMmqbNlBkD2XCZRNcPND7HOk4woV7rIzEZWKgj3BxgDlQSuMLHhqnBBdlTbJh1JLsQmBBVz/g6EcGXeguvV8pAWvY65gYXBTgyRIiDPxcF6KMQ+dN5SBwkQ50x+WyLuDi71sU/FVq7AgJ1VNGEHlb7KfMRP8AQKXbQH+9k9E7GNc5b8cRLv0ui0W5hMumQD6LPuCBvmRfCS4xsJcyF7IVwSFmR4LF7evX95bJ9I8H4vgaW/KeuUQbYt9+z7UUFoN/P0te/chgR9PyV4RTvzaX5MYCF88WGDQukzk4kC3BBWiQzXiWgayfo7u0LCaQ0S5bcIbvXXRxL9WLmRH2jQqXUvBnSUov5BXcldGUbgbAkFxsj/q9PWYuvPxXe1s/ycxLyct6z0IECX+f0vRCnyU0vfhXv8xcZhcyBHGBAP/k99v2Qp9sw4N7hAvAIp4IBhEujIGOmAW9e4cP1P9KLQJFoKEvmY2PP8pvqi2r4CGy7WW9Xsq3yci2CJIm4Eh+0HIscCF4cyO1BBbhonZA0QQXLkSA0ZKZQ0MXyg3HIeILfbULLpxjh3QJJrG/+q1UxmUx5Mk8lEFoyYp6AnypHh16J9K2JCYdTctbES4CGmO2vd9Z6RpnsZ2lMO6h3rUIFLqvgo/qHSD0pV1t6kPpgJrGdeey2HLQEbx1j/z9iAd1PwYOkvO+6IiBvwQXLX0JQPiB6mSHL7Whg3og2CVceB+ieKFSWQwAUJ1e7sdMpyQTfdrHAETSgW7967TYZ9DzscBlUCNGlQcggsWguuKy2qD9U355UMg5yTlJH0gfWAi4kH34v0Dr17Hj8li//VIufzjpA+kD6QPtPrAQcMmb3H6Tc35yftIH0gcm7QMJl9xbrH75P2nny/Ey4KUPLK4PJFwSLgmX9IH0gfSBzn0g4ZJO1blT5dPo4j6N5r3Ne9uvDyRcEi4Jl/SB9IH0gc59IOGSTtW5U/X7ZJNy+RScPrC4PpBwSbgkXNIH0gfSBzr3gYRLOlXnTpVPo4v7NKp7+8QTT/T+bxnb7ahO5VNPPdXbnYP/R6a6cZdt9ox77NRf9ve5gsuVV11dbb3tdrXDcq5tGShf+drXV79/6KFe+33337+kjfY77ryr7rvfF/ev213nuBzlmWefrbdt+OfbHlTbwXj7nbppq/73HbJpX7Dr7v5tY59x2TmLem+86abq5a/esp4zzv2+b7b5y6r77ru/1/5Pjz22pA25n157XdVUH3V3cf3/5r2HVXuuu7K213UeePZ1S7bX4FzbeVB6P/R42x83PPcBqZt/+VD1F9s996XCrrbqcBuPOPLoascPfqRov+Tagnk/cKG/30N2ypDuYUq3J+pmHHbxGEavrkW2vuTlr+rp8fGG0dvWx7di4f5r6xf6+NYuvmOy6+tHBvk4ThzLdQ5zPPdwcTCsO+nk6jN7fbZ384GLw8Yn59077FjLUY/sMcceP5Tzud62Y99MEpgIIgBEsHn22f9bvegT66pTrlpf+TF6vU/bOIvYFgEQz8857/zqwzvv0rt/QMRho/loqo+6JD9MKVBwrx0S0iUoOBDoU5KlD3ARUKSDcqfDvld/b2PnIy9u7O99+j0maBJAd9/jk71NYZv6tQVXBeSmzOWWW2/rgcXbj/rmMVUpC2oaP9a7PX4sOYApMKiun5J5KIGvNEY/+vqRYUNJbTzpW+ALBmorffCrHxls0AaXDi7V+Tdj+rG3SWZu4BKzlIsvubQqZTKCTRNcHEBNkzLu+vcefH71xdN/1AuGQEPHjCuIAJ3N9/hWDTyH0LjtmyX9BH89NVKe/p0zqwgEP2+CSFO99+3qupsC/mv2OqVad/ltSz7GhOxxl276HK9sAET9fLQJnaX+0jNoyeaw2uw1Pu3TpnvBR9jYcklAEDBo5+GNTWuBB6BhY1ngQdsVV15Vt5VsY4zPf+FLPRnkyaBct9vUZE9T4AcwAgXHbFbKGNjn1yI4NtmKfvrpD5uwEVuB0TAQK80FdQ4LMhJtVkkb5zF76UeGviUwNemkfpi/uYELF9cGE9pZ6lIG0gQXZADTMJM1Sh9fFiMzkS5A4+ffvnJ9DyqUym6QpeJ2pT0AACAASURBVP8/2/ag6oZf/K7uKx2LXkYAxPM1hx1RffXrB/fmBYjoR0+pLGbacBFEIjSoX2npi3bPbpQBUX/1+l916g/KWGKAJnh6ACaw61zBVpmIYCC4ABpBAdm24Ot6FeS1RIde9V3JHtnmvw10S1fMZDxDcTldW9RXmh/8TXPg445yTBYjgMQt8j2r0Rj9yCA7t1+i1IV2XZbg4oHEoQFcvE1LZDxVuVzXNvajD6AIHAmXlZ+KIkw493tLNqN5b4JIE3SibukZpYyZiy99Rbj4OPTb9itn19eiNsGkBBIyFweP+gxTevCmfwy4AgRtHlzpp6BNm6AguJAZeIYjQJRsJLD7OG6DsiB0RTm3x499DIeGZzHIeJuPqf5cIz4n2+IYcQ7Ub5SS7EJgQU8/4OhHBl1t34zxZdtR7F+YzAXwCCBMSFPmMgvLYr7Elctiw8FFL/iBg7IT7nsbXFxOP5pJwCW+mFemEmGxEnhKy1/n/PSeJf9AQNc1TEnAdWhzLBDQpsCKbg+uHphpa4OLt5VsjNDwQO9wabPHbfMxXFeEi/qsX//z+pq9r65LoJS8Q9MBG/sOcq6lMH8fQv9+lrz6kZEuB5fsi3BS/TDlXMEFYOidChcbMxkHRxNcHnnkkWrLN765Xj5DD7JaThtmElfqw5KWMhVk9V6FY5a/Si/0tYymJTPvs9J4i9YOMAQTri0CYVZe6GveY+aiesoIkC+c9ty7N9o8cwEago9nLhx/9ttX19lN21g+7krHMVgi7yDgydyXhgjOOqcvINKSEIDQuQNBNtCuvqrTC/1+4bKSPVE/9gqUjBnhQh3wAR6CKLaz0iEbfY7idXWZubRlFTyYtL3Q10v5NhldTwRJ6R2OZIcp5wouXCA3G8ctvdBXO6BoggsyAgx6+HNgDTOJ/fQBInpi9Rf19AUcavOX+2Q4qo99+hlzkWR2/V+f6N2r0gt9rpN23rvE5S/uL32aMpoIqi7mrC3gR7gAEd3juBzBkpfaPGvRv0qjrbSMNsw1ENRLT94EYdVzrN9MfKEvoNBeeqGvJ3zZ5vL00Yv2fuGCniZ7BDvZSilgaPwSXCKwkKXO9QigPj66u4SLfyVS919ZDABQnV7ux0ynJKPrVuljACLpQHf0Q/UZtJw7uAx6gSm/8rJTzlHOUfpA+kDXPpBwGfKf2XV9I1Jf/rjTB9IHFskHEi4Jl3pNeZEcO68lA3X6wHR9IOGScEm4pA+kD6QPdO4DCZd0qs6dKp8Yp/vEmPOf8z8LPpBwSbgkXNIH0gfSBzr3gYRLOlXnTjULT01pQz69pw9M1wcSLgmXhEv6QPpA+kDnPpBwSafq3KnyiXG6T4w5/zn/s+ADCZeES8IlfWDufOA3v/lt9dJXvKainIVAmjYsB/pMwuUjO+9SnX3uebXTcO5bMBxy6OF129cOPHhJ2//c7eN12/33P1Bt9pKX1+2uk00updPrx+Uk2iuM7RW0l5jG8u1ffA8y3/4l9lHfWSr3+NSe1cmnnlbPP+eaY8ovffmrdZu+76H29+/04V5bU33U7df9u9/9vnrZq7asHvzVYNvPX/j9iyqN6/r6OWY7Hm3DoXLHNRf2Pp+gcy9vuvf3vevzfqdfc0c9H4zJ1j/qg65ox433PlS3IyedD/7vP1b/cacj67b/9KGjql8//Piy/lHfuM/f/Nat6vsft18pjX34N46q5fGLtj4RLoz1ox//pHfNapNvraSrZIvqoq6dPrzzkjHGATffioX7rK1fsMm3diltPNmvDHJxnDiW5mDYcm7g4gAADD+78abeTQYuDhtNBJ+2xakkRz2y7DF1xpln1fUCEPXqO45yNXyJMgIgnr9tq22qq695bqNGIOKw0Zw31Uddkqekj/R6fT/Ho/R1/UBDwd7r2XhUoAAeOhYQ1Ie2Lf5x08fhXIeOdz/mBzU00Ct5dPFhsVkACrYqIJ962hn1b+qCC79fB39dj5dsGqnArXqA0QQYjaHgXoKL2tAHuN745rdWjz32x9omjdNWul6Xi+N726jHbCipjSf9my2CgdpKH/zqRwb7tMGlg0t1C/slSs9S3vr3b682PPlkVcpkBJsmuDiAVrrZg8iupKuf9kX8EiXBX0+Kr3/TW3oQj0Dw8yaINNV7X59jshZ2stXDAf3JngAZ9nhmQptsFNjYYt1lXHe/xw6Q2Mehw7FnK2SpnEfQRB2lc7IYZSgcCzQl2UnXAQoHi4+voKz7wPmtt91eDPySpUQHgFK/XXffo14WAwCqB1Cxn8YHMLKL40MP/0ZPB/5Df42DPDrZbbu09Cb9GhMAcg2MzbUPAzHZGEuHBVmLNqtEjvOYvfQjQ98SmJp0Rpv6PZ+7zCVmGiW4IIPDAKaVJoIsRhBbSXaUdl8W0zb66Fukj4VFAPh5XLryQM+PVMF+ULgAB/VlPqVXS2TKliKE/F5+6B8+VsPJ6/s5bgODZyroAibKXDgHNvuf8eNKcKBdy2IOoZIdrisul6Gz1GdSdQRmD9Q+rgd41QONpgyFYM1yF8HbASDQaBzGjMtiavNxlB3FTMaBiG7JadwIDAFGY0hONmjMUUuyGAEkbpHvWY3G6UcG2VX7JcpSpqKnhAgC4KI2SpbIWBKLcpp8L+nbj5z36eJ4Ub9E6TBhnjjXvVE2o/lrgojgoH4CR9QtPbw3kQx19Pf3Pn6ubEbgkQ50xzq1rVRGgEi+CToARQBhqVRwoU5A8axE+rxEh0PK2wQaLbd52ySOY9CNYwoKDhMCvZ97H8ElAiiOMwxclMUwngPFQSNbZLf6xPGVuUi+i5LsQmBBXz/g6EcGXW3fjFnoLfdLcNEyGG3+jqWUuTB5Ky110S6dXTjCIDoW9UuUEQB+znGEgJ9r/pqg47okSzkIXNQPyPhSGLqHhQuBvhTI25bKZIf6KnNRPaXavK5fcGi5zftO8rgUnOP4CtbKSmJmgLwH8Aggb0O2H7i4XTGDkr6bbrq5t+pRejeDDCsitEmekvG7hIuWwvx9CGP0s+TVj4x0Obio4y/CSfXDlDO5LAYwPPBH2Dg4muDCchdPv1qLZ3KQ5TzqH2biBumzWr5E6VkC8xOBoCUq2pog0lQfdWn+S8tipcyFZTH5FH08k8KuYeBSgoLsWinA+wt5+gATZS606X2K9EmmCWSq7xdArrfr49ISETABJDz5K3B7sOdYS1GyB2Aoo5FOBXPgwO9b5/TXklQM/OhD3gEW4YIMOoCHxkQP73ZkDza4DuzT+F3CpS2rIMNte6Gvl/JtMrqeCJLSOxzJDlPOJFz0L720ZBXhonaBwjMZnwQBRkssCi7oU51KtXn/Lo9Xw5coCdrMpwJ3BILaCeRARHPvfQaFS3yXQv8SXLiX2KMx9a/LsMmzmEHu+aBLYkBDS2IRHlpGU7tgoXcrsT3KASfVCVKDXEvXsoKB5lsB2+sjTAjukqfUEpRsE1Bo8xf6tCsTQqfg4ro0vuuK+mWbgOF6pcvbZA+6u4SLfyVS91RZDABQnV7ux0ynJKPrVuljACLpQPdCL4tpArJc/h+Tck6WzwlAESwGnZ8Io0H7p/zy+5FzknOCD8xk5pLOmc45iA/Ef4nWb99R/hNlv2OkXPryavWBhEtu/VGvKa/WH0FedwIgfaB7H0i4JFwSLukD6QPpA537QMIlnapzp8qnwO6fAnNOc07nzQcSLgmXhEv6QPpA+kDnPpBwSafq3Knm7Qkr7c2sIH2gex9IuCRcEi7pA+kD6QOd+0DCJZ2qc6fKp8DunwJzTnNO580HEi4Jl4RL+sBM+8B1199Q7bLb7jNt47wF/knYO5Nwidu9xO1afLsX9gnT1gyU/X6JUpOLbten+q5L33I/flVyUb5EOeqcHXPcCdXe+36+DiLPPvtstc07t6/v7397wWYVdX6/dUybxle/405YV9epjZJx1I/y0h9cXpTzPqMes42Ltu2IOxpra5e4VX5bn1HtmdX+r97yjfW9OWjNYb37MgxcXA/3eBQ4ua63/N3bqyc2bKgeeODB6kVbvKJ69NFHO/cd34oFn9HWL9wz39qltPFkvzLIxXHiWKP6yNzAxff+6mfjSu0/VvoSpSZNe49NAi6r4UuUmtdhywiXPffet2oCBGMgX2q/5NLLqr322bdy4MgmdG673XvqgNAD0Xbvrs8l12XJZpIODt+kkv3J2GfszZ8/Y4lM28aWXdo2K7oUrM86+9z6Xpx51tnVDT+7sRoWLvTV9aELyAwKg3/42K6V2yR9sndQferfVrKhpDae9G+2CAZqK33wqx8ZxtYGlw4u1eWXKM89r+c4TbsiO4BKN1IfFPvWt0+ZSObiNizilyj9+oY59mziec9/YXXnXXf1spa2rKIJLgCEfiplD9BxsKh+0iUZicOG8WPdaoNLUxBnbhwuHAMJBfwDD15TZzqenZBtOFzQA2CUDdHviCOP7mUf+hKlg0L9VbqPCCzYwR86ZSPXoezG+wx77LAga9FmlejjPGYv/cjQtwSmJp3D2j53mUtXX6IEPuyqTPYyiczFl8UIHLphi/QlSl3TsGXMXLQEBmzuuvvues6kvwQX+ihjiTApyUvXpMqmLfEjXLCHrEZLaRFGk7J3UuMQxD24+7gK3ArqknNYIA8wBJ0SFNCjwI+sjunrcEOvQKUxY9ajetki6EWg+XUMc0wWI4DELfI9q5HufmSQzS9R/v8Xrf7ORdvwazLjOxdAsdKXKNGn5bJJwUX2Ui7qlyj9Goc5jnCRjjvuvKv3hOjvY2grwcJ1ABoHU1xm45yg4TIacxwlDxXAQtvp+xgRLsj6uxlfSvN+i3AcA3W8JkGBdxwevD1r8SyC/v3ARSBC3oHioJEtgocyn2gz7QKS+oxakl0ILOjqBxz9yKCr7ZsxC73lPsHf37H4OceeaQy6LKZ3MXJGlRFaozpGW/9F/RJl2zX30+ZgiPJ6N+IZTIRLT8b+AYDuraAUMxnGKOmNY3dxDjwcFlFnhEuESYRN7D/v56WArmtyuDgQPFORrMoSXJAXHGJfwYLvsrBMxkt76fJSGZbkPXPpCi5aCvP3IdjQz5JXPzLS5eDSNUY4qX6YciaXxQBGE1y4SH+f0gQXvawvfYnSJ2oSmctq+RKlz+swxwR/gUBBX3o4jxlGhEsJHmQ9WiYTfDQGujWOQ0tjdlX2A4YIlwgjYLPIS2PKDDwzIZvgXFmBAroAQ7svbQEMBfsIF2R52FB7hAv3GsABFgGIuh12/GANGo0vHQINcrKxC59pyyrIfNte6OulfJuMbIwgAUwl4Eh+0HIm4aLsQtmEZy5coNqH/RKlT9Ik4MJ4q+FLlD6vwxwT6AkAgoiWw5SBxJf7ES5x2QsbBBT/V2VaDpNewWcYm/vp4+9O9A4lZjERLugFKE3y/Yw7bzICjO6LgrwHbgV4tQEJyQs6XDeBX/WUMasowUXjCx7oUZ10Ofw0Nra4jaPOu38lUvdfWQwAUJ1e7sdMpyQTbfIxAJF0oHuhl8XiROR5/u/k9IH0gfSB+fKBmcxc0onmy4nyfuX9Sh9IH4g+kHDJrT+KLy6jo+R5Bo/0gfSBQXwg4ZJwSbikD6QPpA907gMJl3Sqzp1qkKeblM2n4fSBxfSBhEvCJeGSPpA+kD7QuQ8kXNKpOneqfBJdzCfRvK95XwfxgYRLwiXhkj6QPpA+0LkPJFzSqTp3qkGeblI2n4bTBxbTBxIuCZeES/pA+kD6QOc+MFNw+f1DD1WveM3rqvvuu793oTp/z/s+sOzC1bbfF/df0rb1ttst2fbhyquurtsvvuTSJW1s6eDtk3qCevjxjdVf7ry23sbBP85z3rX31PX//n2HV/f8tvsv3U3qOocdhx2r2T9O/TnnXrGPnOpUqo1tfKhjU1Nt1UH5kY/uUvdhvzpv45ithKRrGuXDjz9Z32+23jj/unumas805iDHzMxl7E4vYDhc2EgO4EQIHHPs8b1N5gQX9V130sm1nT+/485eMFFf4BJBBYykY1JOfsi511dXr/9Vz85f/O6fKkFE0FEbctsccHZ9PZOyb9rjlOCCH2y2+csqvufj9vFZa9ocLg4h2tUGXBw2T27cWLF/ncu77kkcb7X/WdWa867vXdPltz5Q/Yf3H7Hk+iZhQ46xmMF92vd1ZjIXwUFPlgR86hQ4HAqSPfb4E2swAJsSJBwofuwTD2AENK+fxLEDxY8ZezXCRZmI/AAwUAcUyEocBIIQ9QJIlPHzCBfmGMDgYxFak7j3jJFwycA+KV+b9DgzAxcuXNBQoBdc+OStL5cJJMBCQPn0nvssy26kk+DBTqdNcKGvZzyTvAkA5Hm7HFs/rZLJaNdTr5+kTdMeS9CQHYJLrFdW0gQXZSZa+irBhTGkR+NNsnxi45+qv971uN49/9fbr6luu/8PtS9M0o4cKyHXtQ/MBVwAg4DiAHK4kH1o+csnSYCaRbh87KiLl4CFzOXFe6yr37OsxsyFexchIrjQJhC4TISLsp64jDaLcCFz0XuWXBbLAO+xa96P5wYuggpLYVoic7gIPvGGeLbix5KTXmVLqh9nqeUvf5HPeBEmETbjtGmWdDs4sMvhojZf7opw0dIZ9f6OpQQXvgkUITSpuSjBxGEzKTtynITaOHxgpuDCBfr7D886aGP5iqdSZSgOF0HCl7dm9YU+GUsEC9fHvxTTy33O45IZdavhj4Af/7WYIKGlLgdCE1yYK2U6HEe4SJdgNOm51b8U88wll8ZWh49P2temMd7MwYUMBID4C319GQ5YKGthshwunAswWhah9IwEeW/jWKCa5OS/bp9T6/cqer8i2AAU1TloJmnfLIwFFLg//kJfdgEJB0IbXAAVenjvQr94//U+RronXZK96H5TCjSTtiPHS6h17QMzB5euLzD15Y8mfSB9IH1g8j6QcFklS03545r8jyvnPOd8NftAwiXhsire46zmH3lee0JuGj6QcEm4JFzSB9IH0gc694GESzpV5041jaekHDOfztMHZssHEi4Jl4RL+kD6QPpA5z6QcEmn6typ8glytp4g837k/ZiGDyRcEi4Jl/SB9IH0gc59IOGSTtW5U03jKSnHzKfz9IHZ8oGES8Il4ZI+MJIPHHn02mr/A75W1HHh9y+qdvzgR4pt44JBmz3jGjP1LgfbwHB5+umnq6222a666pof9hxG55u95OXLHEhtO+z4wSVte3zyM0u24Tjp5FPr9ttuX7+kje06vF06fRsPtT/55MZlfb+w/wG1bneAbxz1zSra5e3jPNbGldr2Q1u/MOa8fInygQcerF60xSt6nzLAbp1/bNfdl8232g5ec1iv7cyzzl5yn/7H27auNmzY0Gu77voblrRxn7979rlLdL76dW9aIqN2jeO+oTHj/Tzw4DVVydYoN67zc6+9u7fty5W3Pbjk2v7dDkfU28HEtnHZ0qT3t7/9XfXSV762uuaHP1piY5RvC+b9wIX+umdv+Nu3VmzZE8cY5Dza87atthlIP/Hp5FNOG8mGQeztSlZ71RFXZmGPuk7gwvdSAI6CvCYLx6JNQVxg8IAvIKgvcImg4mZHHYKb+nPO8fNfuHn1i3t/WTsGEIn6kKMOvdIjmydRsn+YvjY5r1+iVCDXvm+cc68BzvU3/Kyef+aTQE6bAj1w8cBOu9qAi8OG/jvvstsSeeCiMWQH5zqWTRo76pOt7/vAh2o9k7jvGmPLvU/tfWEUkDhAPnbUJdWnT7yiN3e33v+H6l9tv6Z69P9sXDKX0jGJkiC91z77rph5xGDutq0EF36DntkAtDWHjfY1TrdnGFAM08eveVrH/uG5b150U/WGfU+fmu8wBwPBRXDQUwYBnzoCx0UXX7okiEuWLfIFBhxNx34DHCh+7DICgfQ6FNRWggs6AIzgxTl2ADiVPs6kj5XFABs/xo64Bf+kbWsaT0FcfgAYFLCZZweHZPEDASTCxc9LcMEOACOgOFy8TWM5XGgHXspuOGc8bFFJ3TT+IlziORBy+EzaRp74f/XrX1cqfXzPBgCQL4vxe5RvOJz4vSFHX4DCuYPF9XOMHH4jXWRQrhvb1KfJHuqbMi8gJN2yw/WTRfGhQuKbsingp3Mdn3r6d2o9Pg+ybRIlWYt/IpvzaWcvA8GFSYrBXXDhJvhyGY4DSICFgBKDvCZdOsg4muBCX4AQx3eg+LF0U8oW1a0EI8lNoozb6s/LlyhjIBdc8ANfLlNW4oHcYcIcAw4F/ya4SA/yDhe3w4/93pXGa8p0vN+4j0swUebC2LQfc/HNdQAdtz2u//b16+vA75kAMvx+PIgSwHWOrAK1ZHXO75BgLigg27b85HrVV6DABvVts0dLez4udqFPNnPutrhuAaQJLiwbSo/Gko3ondQfu2t7pqIvnE5zl+3O4AIYFMQdAA4XbppnEJr4YeCiJw5KZTH9wCXCq8km2TbOcp6/RBkDueDCuxOBwGUiXPz+KSNhrvuFS6m/j+f3zeES9TvYvM8kjiNcGJM6vYvb4eALpgYXD7CAxt+FEPQFCGx2+NDPgysxweGiQEw/H6M03z5OtMHh4HLRHumlPz6j8bHZfcjb3K6V4KIsRuM4pFQ3iXLh4SKokMrqPYfDRfCJk+0B348lJ71AxI/VrrIJLjiLoEYGFJ1KtkrPuEstf/mLfMaMy2DI+WePx23XIPpjIHe4qA0/0BJZhIvX+zuRGPxlk2crfqx2So0bl8UcIIAv3n8f3/WN+7gEFx+T9mm8c9ETeJwnMgW1NcGFQN8vXBw8ft06dmg0wWUle6RLpXS2QWAUuHhfjTmJciGWxZgoJlDZgmcdtCl4K5g7XASGLl/o+40rwQV7BI9Su2zS9bi+cR0vypcoCfIK5A4X5o2ATnBSVtIEF2SV6XBcggu6BCNkBoELugWPJvg06WOscf61weXgc67vvfQf5/hNuj0TkYyDgN+/MgAFd53TV5kKfQnmOvdsQ3ppV1/q0KcX+gIB9U1woa3Nng9+5KNL3pewjAUYscWzMewWMCN4sEPApE39dO1qU3YkPbrGSZRaBltz3vU9n527F/qaJG4MgYN3KREuBHAFc+QdLpwrmPtTkQd25L2NY4HK+3sf2cXYsa+DDLv1/kd9KAFQqd5lujxelC9RKgvwF/r+T4odCG1wYW4J8Lx3AS7xHup9jO5BEwwED++vf0RAX18eky5KrsNt9bZxHke4ABQtiT1/1+OrJ596eqxwa7o2D6aS8UCqY81zfKFPf29rgwv6XV6BW/UK1G1wabNHAV/2CAToBxSq1/sb6tVHtijeIQv4tBTGuBwDMOlx/eia5J//U2R/uT9JG3ysgd+5eOc8nqzz5HznfKcPzI4PCC562Z/3Zum9SbhM+OkiHXCpA+Z85HzMqw8kXNp9N+GScJlo6j6vgSTtbg8kOT85P9EHEi4Jl4RL+kD6QPpA5z6QcEmn6typ4hNMnudTbfrA6vOBhEvCJeGSPpA+kD7QuQ8kXNKpOneqfEpdfU+pec/znkcfSLgkXBIu6QPpA+kDnftAwiWdqnOnik8weZ5PtekDq88HEi4Jl4RL+sBc+8ARRx5dfenLX53ra1hE+I4El0MP/0Z1wNcOrG8q59oGgZJtEZi0jRs39rZ4+MlPr61lqVf/P/7x8V4/b7/xppurl71qy+rc8y+o9egG7Lr7HkvGpf8LN39pdd/99/d0lmygL7q8jWMfU/onXW795e/W237suvbSJXM0aVtGHe+hP/yhetVr31Dd+8vnPtimc5/3y6+4sneNl172g2r7975/yfVKnv7HHHfCsva99vlcdeK6k3rf2XCdHLeN+bn9vrRkHOkZ9XqH6d+2zYs+EqZtYKaxceUw19TW58Lvfb/+3cWP+ZX6bXjyyVqe+7pSH4cLY/EROOn905/+VP39299Z63vxS19Zt0kmlp/4x09X3z5l09dxY/usnvv2L9P+lgtz1DlcHDaCwEpwwRBAIxhxTt/TzjizEmR0QwUiwKM6lxGw1CY9nEdQyS63Wf0mVV5x6wPVoeffUF/Lf/7o2uqC639Rn0/Kjq7GcTigM57zvReBYCW4qK9gRN/XvuFvq0ceebQHFx0zjutSP8GGdkDl8tOEC1vpa75LX5+c5gfCZFdXJYHfAzrBPoLex7r1ttt7/nH1NZs+rQww2gDTBpdhQDFMH7+GaR3P9ZcofdI8S/GswQM1wZxzBfGYJTgIPPtwWMS+tKETaEif6/Fj7PXzCBfa0c/mc2Q9fn3TOiaLcdhMy45hxlVQV0ZBEFGdB/pt3rl9L8twIGi8KA8UFIwcCA4a+vp51CHd6CLr4dx1qX0ape9+7KCZhi1djwkoHCxRP1CQr2hZqymwO0A8GwE6n9pz796ymGdI6OWhhKzFQeU2+PjKdhhfNmE7WZRfg5/r2MfVdfg4kzhemC33NVkeuKmL58oaBAjdNC8dRuqvfqVxkAEqlGQ2yDSBRuMKQiW4qL90acxplGQxLIfc99BjMwG6YeYgBvZ47hAALu4LfiwYqT+ynnm4Hux0CKmPdOg6HGazAhd2RtbXJvms8RdO+1G9RLrNAWfPrR8w5wTdpmCrwKx7Qwk0eNDjw4NezzGgcgBIr0Cjc8aUHP0YB7+KmU+0DdBoKcwBF+30c+nW2Dpvglm8pi7PF+JjYT4hgoHqOPcAIXDEIO/ykqGutORFPdkKS2aeZaiOPr5E5jYoo9J4swyXtRffPPdgYZ5jYNe5+4WCvgd73SPJS4Z6wEF/ZR3UARfX6W0lHfTx8aYNF71bEViwD7g4UDj3dmTm6c+zjWi3oOBBn+Ds595HcCkByMeJcJEOLbcJBJ61yI/UNghcPKthLIeUxp5EuSrg4rDQpPYLF+Q9I/H+PNHwXQW9l0Hne973gWXvURx4HE**SW4+HKcxpt0yVLYvL/I15zFwB7PJUfpwV71JXnquP+8a5GcZy4CjYBU0kE/B4ofS+ekSpbCSt9rASb+vgW5T594u/9PkQAAD6tJREFURX3Nk7Kvq3FWWhZjHEFG2YYHdrdDACkBSG3IN8FFY+FHZEZtEHAbGM8B4ud+LFu9r+omUS7cshjB2mHigd0ndFS4oAvdOIYvX7EcFuuiDb7EFuEiu/wa3O5JHJOxLApYNF96p8J5U6CnrSu4RF2lMcl+fFltWnAhY+HT1aUPgfn7F67Jl8w4n8c/gq3Agf3AhHdoBGYtQzmElGH40hLA8IwGncoy0EPmoXP6azzG8n+NiKz0oNOhcfTaY+vlOAeP4Cd7aFM/ja02xpb+Sd+rhfkSpSZOy1hafoqBXXIK4nr3ofqSPHUOEMkCBpzIdVCnsSUXdcpG+kmH0uCoTzomWX76xCvrNXb989N5h42WsZpe6Gt+u4QLOgGGj+n3Wf8oQGMj6+0ehCQzjvLca+9edr89i+GlvvxgnrMWnztgoLn24Ov1CtD0E2DUR8FcOhXUaUefXujTLhjQhs6oy8cBFBpDoPPxNS4gktyxx5+4BC7INF2H7J1U6f8UOb9EOadPY5NylhxnPp/W876tjvsG5ASgvOfL7/lI/88lJ3T5hOac5JykD6wOH0i4tN/nhEtmT3O5lp8BvP2HnfOT8zNtH0i4JFwSLukD6QPpA537QMIlnapzp5r2E1OOn0/t6QPT94GES8Il4ZI+kD6QPtC5DyRc0qk6d6p8apz+U2Peg7wH0/aBhEvCJeGSPpA+kD7QuQ8kXNKpOneqaT8x5fj51J4+MH0fSLgkXBIuHfrAT+78TfUv3nFwdeO9vx9oXv/8zLO9bWFK/dra2oLo9l8/r/ryd34ykB1t+mahbZfdPl5dd/2m7x/Ngk1pQxlkncHlHe96T3XJpZfVjsy5tkygPObY43ttd919d/W857+weuaZZ2pZbo76X/qDy3v9vP34E79V7bn3vtU+n9uv1qMb+lf//UVLxqU/e1s9++yzPZ0lG+hb0iWdkypft8/SXXA17nnX3tPbAuTq9b9aMkdqH2fJVho+Z3HblHGOje4///mZauttt1tiw6S2Zunn2r51+e319izapuWMH9458n1qA0hbW5vN8wyX7559bu0DL9riFdUDDzzYm+Nh4EIf+bTrapo75M88a/4+d+Dbv8z9lyj95ggOqovngsBKcKE/fQUjzul7x513VYKMxhCIAI/qXKZkA3qQnSZcBA++SOhbrGMXwOHvL3deW00LLtq+XoFe55rjcZYaU1+fZKzvX3RJ9Vcv2Ky6557pf6ETuLz0k899cAzbCPwv3P2EaqfDvlf74DDz0waQtra2seYVLgetOax6zeveVM/nhg0bqi/u/5Xe+aBwQdeBB6+pdbXNl9rmFS4L8yVK3QhKgrieDDxr8EyGYM55P3Dx7MNhEfvShk7go0zHgeLHslM2TRMumrtDzr1+GVxoe/jxjTMBF2xht1jB5fb1P6/vM/dbACDb0TEyL9jsJfWP2ftzLD9RNsJGg8jTBkDYPp/MRfo0VwDGsyjPsKSLsXVMP2Rku8ZRPZtmyhbXq/GayggX5Dz4P/X0n6u/2O6Q3vULPJ7h0K5zSkFJOk66YlNmJIipTUtmLL1Jhy/BuW5smEe43PCzG5eAJd4HhwvHgtCjjz5a30/uq5bO2kDh2ZH0IC+/oA6wsfO6Mic/Z0xkXM+gIIvXN+z5wm257xPRFsiRU/YhQOgGeqnAj7z0qZ/GUr1kgAp1ykiaQKNxBaGES3md1AOyZxEEbs8e/BwwKEBzzI8RONCfYzKOCAfkCPwEfXxAEPAxdc8pHVrYqPFo0zm6ZCPHjC3Y+PjIC4Dex8drOi7BBVkFcocLsoJHSZ9DQyByoJAR8c7E5Vw/OgENfdRf71gEGp2Xxp/FOgJ1W4AWXDwj8YDPNSnoc0zbW/7u7T0fE3CoB2I777Jb/RDk4zqQom4/F9Bkr859nEnN8cJ9LMwnzoM+9ZyXwBGDvHTE/qUlL2TJVlgyQw/Bg3crqqOPL5G5DcqoNF7CpRkuft8U9D04aw4J0kBEGQNgeOf27+2dE/xVjzwwcb0cI0NwV6BHbiW4OLBkh48jm7AX2z+z12d7cFM9ffy4dC69pXIQuCjDEDCkTyBQ9sE7GweI5AQnb5NO9aUkS4nQQYeAJ33zUDo0SvYS+PndOxgU1N2/4rsVyaifZxvqp7ZB4KKMR7Zi/zTe16w6uHgmosnvFy7IAwdlJN4f5zruhHX1exl08n2OCAwHFsf+HifKSv8ky3lYFtN8tMFFAf/nd9xZA4OMQQEeHcpUpE9lv3ChPzDSWP7+xeEiO9cee1wPKvS77PIretDTmF3DhcCu5alSkBcQyCIAhmQFmSa47HvyNb3MJ8IlworrYgwtx+k65xEu/SyL8fv3oA44/FzXXyqV+XimEuVGgYv3jXrHeb7Qy2IEa4eJB3af1FHhgi5042AOHpbDYl20wZfYEi7NmYuyFb9vBHAtOVEfzwnizL/6kjH4uxOCvmcoCv79wIW+PjZwKC2LYZeWucigZCd2aXmMui7hIkBo+cvhwvsTvScRKFRih6AjuGgZjDb0kJWoja9XosvrpUNLZ95fuudtWYxrIkAri+Ccpaj4Qp8MQUDR0pcyBmCjpSo+5OXvS1giY9kKiHl2A2y0nBWzDwcGcuqnbEj9ok5sn9Tfwn2J0idOy1hafoqBXbJdwAUwkMrq/Qm6qdPYGivaIBvpJx1KiWNf6RhnOU+ZC/NAkNd8ebCnrQQbhwkyAEj9BaEmuEiO0sGAHi2dScZBQ7vDB/3IaTy1+z8YiLBBpumPzMOXpAQAyTtcBAItXSHjdZvvsa73L80cIO856Pxav8DgmQs6BA70ehbj9fP6Ql/zSEDX/VUwp416BXMgoDYFevoIOsh7PW0CEG2+NCYYUQ8kXI/OqQNyPKwALHQzltsq29Az6T//p8j5Jcop3IBJ3/Acb/I/spzznPNJ+IDgMomx5nGMzv4T5TxefNqcQSh9IH1gWB9IuLT7TsIls6eJp+/D/pizX/uPOecn52eWfCDhknBJuKQPpA+kD3TuAwmXdKrOnWqWnp7SlnyaTx+Yjg8kXBIuCZf0gfSB9IHOfSDhkk7VuVPlk+J0nhRz3nPeZ8kHEi4Jl4RL+kD6QPpA5z6QcEmn6typZunpKW3Jp/n0gen4QMIl4ZJwSR9IH0gf6NwHarg88sgjVf7lHKQPpA+kD6QPdOEDNVyefvrpKv9yDtIH0gfSB9IHuvCBhEtCNR8q0gfSB9IHOveBhEs6VedO1cVTT+rIp+f0gfn2gYRLwiXhkj6QPpA+0LkPJFzSqTp3qnzinO8nzrx/ef+68IFWuNCYfzkH6QPz6wNdBInUkbAZxgdWhAufEM2/nIP0gfnzAX7cwwSF7JMw6cIHEi4Jz3x4WFAfSLgkJLqAxLA6Ei4LGlgy05i/TKPre5ZwSbgMC4Yu+iVcEi6ZuSyoDyRcEi5dQGJYHQmXBQ0sXT8Fp775y4QSLgmXYcHQRb+ES8IlM5cF9YGES8KlC0gMq6MzuGz9jndVRx69thioPrXn3hXt/Tz9Ivdf//pv6r+o84ILv9dra9N18y231v3juNgi/a5bemmLfdwm5Hxs70dfxvZ26nwcb8MW/ryudKwxom7Vl2xmTOr1J7v9WtRG6bq8Ps6F7EO/267+0Ua/F+hVf0r10Xg+T9FOb3Mdfiw9Kt0+5DhXG6XaZaPrWoTjhEvCZVgwdNGvE7gQJPTD9R+lfrS0NQUpl+cYOfTFep0rOOi8VCpo0MaxAhN63Q50KRj6sffxIKrr0Zi00U/nGo9Sba7L5RRY3VZv1zH2IuP20ab+kvMSeb9O2uI5/dvGjtfq+qO+JhulQ3PsOjQ/Xoc9kkUnNtIuPS5bOo5zFMdAP3Xq62MwlrdJZp7LhEvCpQtIDKujE7jwo1WwUkDwHyV1HtwULBRIXNZ/8F7PscaJAT3K+bnrU3+1K9jIdtW7vfR3O6VP16A+TaXGiO1cQxw3yvh5DJyyw2U4dttjm5+vNHaTfnQQhEuBONrYdO39zJ2Pjzznbn/pOI4fbY32xHP6l/TOa13CJeEyLBi66NcJXPSjbApsTfWlH60HFW/3gKbxvN2PFbxisEE3bZJFpwKMB0v1Ry6OJfmVgrPGkLzOKWVHvzpkh9uOXdhMqWPkfJ58zHjcNrbmJfbROdfktqgeO7ye63Qb6Yds29jSRV9dW9QrmViW5BgLXcjGexHlm64rjjOt80MOPXzJnGA/dU32JFwSLl1AYlgdI8MlBqL4g8Xx/Qfe9ENQfQwq9I3BiDFK8sipXqUCHOcce/CT7ZT8qQ8yGkOl2hSg1Ff1TaXk1c657CxdF+Px53bSN9Zx7jarvTQebWqXHXFsr1cwVl0s4zyqPY6BHPaonXPGjXPHuWzU3EhWfaNu1XtZkkEfupDDFo1D6X05xg6NH9tm5fyL+x9QXwPHbXYlXBIuw4Khi34jw4Ufrv9gOfaAgvP7D7ztx0BbDCqqi2Nw3k8g8LGxy/twroDiNnsf7PFAL/scQG3XpDGQUZ/StbTpoI0+bgfn3kfX5rZ7e7wO5PyaJRvHUb2XUZfaYt8ox1zzp3lQP5W6Bs41z6U21cUyjk+7z388jtcvX4h6Z+0cqKwEFmxOuCRcuoDEsDpGgkspkJUCR0mu6Qcbg0pJLgZWl2F8goTqPKBQj361KRjJZkravA/HCkKSU3/qXZ/6ql3nbo+3NQV4l9GxbNW52yi7ZD82yWbJU6d26kpju071K5XIuS7JRBu5breDdsZFnvrS3KmdNh0jH3VrTC+jDONTJ5l4fXEM2n1M9ZvXMuGScBkWDF30Gwku8ceqHyE/Wg+o/GA9kMRgqH6U8QfvbTr2gKE6LxVUkMNGb+Ocev48kHCs+tgHm9QWg6rrQ6bU7nPhtjBmHMvb/bik2+3ya6FftIv+ri+O7deva6X0+6b+XE/pmko2uh2xD+c+lvf3a6Ne18f8Ns1Z1BXlOHcboh/SX9e4CGXCJeHSBSSG1TESXBbhB5jXMNz/PC9BZxJzCRwEmi7Hi7DtUve0dCVcEi7DgqGLfgmXBf3f2eMOaAT5mBmMe0z0M2bMDkcdVxnMqHpmrX/CJeHSBSSG1ZFwSbgs1FLQrAX4adqTcEm4DAuGLvolXBIuCZcF9YGES8KlC0gMqyPhsqCBZZpPzDn2cO+xup63hEvCZVgwdNEv4ZJwycxlQX0g4ZJw6QISw+pYES4I5F/OQfrAfPrAsIEh+yWYRvWBVriMqjz7p4OmD6QPpA+sTh9IuDy9Om98/uDzvqcPpA+M0wcSLgmXapwOlrozgKUPrE4fSLgkXBIu6QPpA+kDnftAwiWdqnOnyifV1fmkmvc977v7QA0XDvIv5yB9IH0gfSB9oCsf+H85vdMcOdDjwwAAAABJRU5ErkJggg==我的u就是大雷 只能运行在1866 1900黑屏 1933一堆whea 19

lacsiess 发表于 2021-3-16 20:11

樱花释 发表于 2021-3-16 19:28
温度控制不住。。。cpuz77度了
那就难怪了~~~严重的内部降频,你的U实际跑在4.65G左右当然只有65X分,ZEN3说是众生平等,实际上弄个稍好点的散热器是值得的~~~也不用太高,一百多块钱的6-7热管风冷/两百出头的240/280AIO都绝对值得搞一下.

你这种情况我建议你电压别加了,Boost降到+100,也就是4.95G左右,再来调curve,最后应该在68X分

樱花释 发表于 2021-3-16 20:19

lacsiess 发表于 2021-3-16 20:11
那就难怪了~~~严重的内部降频,你的U实际跑在4.65G左右当然只有65X分,ZEN3说是众生平等,实际上弄个稍好点的 ...

分数对应的应该是4.65左右的一个频率,但是各种软件显示的还真的就是4.95,但是分数又对应不上。我现在用的就是240一体水,感觉不至于很差啊,这个u真的是把我弄得焦头烂额了。

lacsiess 发表于 2021-3-16 20:21

本帖最后由 lacsiess 于 2021-3-16 20:36 编辑

樱花释 发表于 2021-3-16 20:19
分数对应的应该是4.65左右的一个频率,但是各种软件显示的还真的就是4.95,但是分数又对应不上。我现在用 ...
软件抓不到农企U的内部降频的~~~农企的调节速度低于10ms,240AIO真的有强有弱,强的横扫风冷,弱的不如G3......现在也没有便宜的280AIO了

在正常情况下,CPU-Z单线程时CPU应该维持在57-58℃~~~农企的Boost规则是60开始降频,实际上到软件能抓到57-58℃的时候内部已经撞温度墙了,P95同设置下会到62-64℃(P95的负载压力不是CPU-Z/FPU/CBR这些可比的),频率也会降1-2档(农企一档-25Mhz),你跑CPU-Z能到77℃的话那就基本是维持基频了

real 发表于 2021-3-17 09:24

lacsiess 发表于 2021-3-16 20:21
软件抓不到农企U的内部降频的~~~农企的调节速度低于10ms,240AIO真的有强有弱,强的横扫风冷,弱的不如G3.... ...

我这边单线程cpuz分数也不对,hwinfo监测第一核心active频率跑到了5.0-5.25g左右,温度4x-5x,但是cpuz分数还是只有68x左右,进安全模式又能到700左右,难道要重启系统?

lacsiess 发表于 2021-3-17 10:56

real 发表于 2021-3-17 09:24
我这边单线程cpuz分数也不对,hwinfo监测第一核心active频率跑到了5.0-5.25g左右,温度4x-5x,但是cpuz分 ...
安全模式700确实跑到5.0-5.025G的分数啊,如果进正常系统分数严重下降,试试关闭各种硬件的支持软件~~~比如贼船的iCUE/恩杰的水冷监控/萝妓的GHUB等等,这些软件会严重影响性能,安全模式700,正常系统跑690-695算正常

Kev1nL 发表于 2021-3-17 10:57

才看到这个帖子,挺好的,但有几处细节想确认一下
1. pbo2的开启还需要考虑ppt和tdc以及edc的数值?尤其是tdc和edc对pbo能效影响是很大的,这部分讨论我记得本论坛和隔壁都是有的

2.内存超频还需要强制规定mclk和fclk一比一?另外我看教程一般都是关闭tsme和gsd之类的功能?虽然不知道为啥,但是不少教程都有这种操作。。。

Kev1nL 发表于 2021-3-17 10:59

樱花释 发表于 2021-3-16 09:03
感谢回复。我的u很奇怪,在我加了150之后进入系统的cpuz跑分是可以到达5g的,但是分数却只有660多一点, ...

我也是这样,我推测有两种可能的原因
1.我看到的5,05g是最高boost,但是其实在跑cpuz的时候由于我的散热不够强大,cpuz的时候其实上不去5.05

2.我试了下在pbo2情况,正常系统里只有大概670左右,但是到安全模式跑一个cpuz就上700了,推测是系统后台程序太多导致跑分偏低。这部分不同人肯定不一样,有的人系统比较纯净,跑分就高一些。

lacsiess 发表于 2021-3-17 11:00

Kev1nL 发表于 2021-3-17 10:57
才看到这个帖子,挺好的,但有几处细节想确认一下
1. pbo2的开启还需要考虑ppt和tdc以及edc的数值?尤其是t ...

1.PPT给5600X 140W,5800X 160W,5900X和5950X 210W足够了(再高的话一般散热顶不住,除非是冷水机),更新Bios到1.2.0.1以上之后TDC/EDC的bug已经修了,默认状态L3也正常

2.GSD肯定要关,TSME其实无所谓的,默认值UCLK/FCLK就是联动的,改一下FCLK即可

Kev1nL 发表于 2021-3-17 11:05

lacsiess 发表于 2021-3-17 11:00
1.PPT给5600X 140W,5800X 160W,5900X和5950X 210W足够了(再高的话一般散热顶不住,除非是冷水机),更新Bios ...

1,数值差不多,这几个数值过高或者过低都会对超频性能有显著影响

2.我遇到一个奇怪的bug,在主板默认bios情况下,单独拉fclk到2000,进入系统打开zentiming发现数值变动的不是fclk而是mclk。。。。很奇怪。不知道什么情况

real 发表于 2021-3-17 12:19

lacsiess 发表于 2021-3-17 10:56
安全模式700确实跑到5.0-5.025G的分数啊,如果进正常系统分数严重下降,试试关闭各种硬件的支持软件~~~比如 ...

同时启动的aida64有桌面监测,hwinfo监测窗口,其他好像没有了特别的,都是装了各种win10自带的补丁,只有重装新系统来排除哇?

psone 发表于 2021-3-17 12:20

Kev1nL 发表于 2021-3-17 10:57
才看到这个帖子,挺好的,但有几处细节想确认一下
1. pbo2的开启还需要考虑ppt和tdc以及edc的数值?尤其是t ...

以前BIOS版本需要调那些EDC PPTTDC,现在只要AUTO,系统会自动整理出最优能效,你也可以尝试去调看看是否有更好。内存与FCLK必须一比一,否则干脆默认算了
页: 1 [2] 3 4
查看完整版本: ZEN3-5800X/PBO/内存/各版BIOS总结~